Compare the intesities of two points iocated at respective distance `(beta)/(4)` and `(beta)/(3)` from the central maxima in a interference of YDSE (`beta` is the fringe width)

Compare the intensities of two points located at respective distance (beta)/(4)" and "(beta)/(3) from the central maixma in a interference pattern of YDSE ( beta is the fringe width).

In a biprism experiment, calculate the intensity of lights on the screen at a point 5beta//6 away from the central fringe in terms of the intensity of the central fringe, which is I_(0) . Here beta is the fringe width.

In interference of light beta is band width. The distance of n^(th) minima from the centre of the interference pattern is

Intensities of light due to the two slits of Young's double-slit experiment are I and 4I. How far from the centre maxima will the intensity be equal to the average intensity on the screen? ( beta is the fringe width.)

The distance of a point (alpha, beta) from the origin is ....

The distance of a point (alpha, beta) from the origin is ....

In interference of light, beta is fringe width. The distance of n^(th) maxima from the centre of interferene pattern is